and therefore the form of the potential is not expected to be important. Conversely for I = 1 the wave function around R M is not negligible and the I dependence of the potential must be taken into account. Now assuming, as Shaw did, a Coulomb potential for I ^ 1 and using the I -0 component of the HA model potential the importance of the / = 1 component is evident, since the energy wavenumber characteristic obtained is nearly coincident with the one calculated by Shaw. In the calculation of the form factor for / ^ 1, the core potential was further approximated by Z/Rj^ inside RM because for I ^ 1 the pseudowave functions are sensibly different from zero only around
RM-We performed the same calculations by taking the HA model potential up to I = 2 and up to / = 3, but the results did not change significantly from the ones obtained with the usual HA model potential. We then conclude that it is importantThe effect of spin-orbit scattering on a system of conduction-electron spins is to reduce any spin polarization induced by an external field or electron-electron interactions. In nontransition metals, the spin susceptibility remains essentially unaffected by spin-orbit scattering even in the heaviest metals. 1 However, in some transition metals the effective mass of the d electrons is so large that their kinetic energy with respect to the lattice decreases to a few tenths of an electron volt, the order of magnitude of the spin-orbit energy in the atomic 4d and M shells, which therefore should bring about measurable effects.We note that the static magnetic susceptibility decreases monotonically from the M to the M elements without exception (at constant valency) and that there are no ordered magnetic states in the 4d and %d series. These trends are usually credited to an increase of the bandwidth in the heavier transition metals, but are certainly in part caused by spin-orbit scattering. 2 Several only to model the I = 0 and I = 1 component of the potential.authors have included the spin-orbit energy in their band-structure calculations. 3 Especially interesting is the influence of spin-orbit interactions on magnetic order in metals. Lenglart 3 has recently studied the stability of the paramagnetic state of Pd with special attention to the intrinsic spin-orbit scattering. It is also noteworthy that the Curie temperature of weak itinerant ferromagnets like Sc^In, Au 4 V, NigAl, and ZrZn 2 decreases very rapidly with increasing disorder of the lattice. One might ascribe this to spin-orbit scattering because the effective scattering cross section per ion should increase when the translational symmetry of the lattice breaks down.In this Letter, we present data which we believe to be the first unambiguous manifestation of conduction-electron spin-orbit scattering by impurities. We have measured the static susceptibility of dilute alloys of Sc with the tetravalent elements Ti, Zr, Hf, and Th and with the pentavalent elements V, Nb, and Ta. We have also The exchange-enhanced magnetic susceptibility of Sc and Ni 3 Ga decreas...